Higgs bundles, T-duality, and Hodge theory
(Tony Pantev / University of Pennsylvania )
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The Lefschetz (1,1) theorem for a singular variety
(Donu Arapura / Purdue University)
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Higgs bundles, T-duality, and Hodge theory
(Tony Pantev / University of Pennsylvania )
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Analog of the Satake–Baily–Borel compactification for (arbitrary) period domains
(Colleen Robles / Duke University)
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Introduction to mixed Hodge modules 1/2
(Christian Schnell / Stony Brook University)
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Local mirror symmetry and the sunset integral
(Matt Kerr / Washington University in St. Louis)
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A Generalization of Ribet's Nondegeneracy
(Ryan Keast / University of Toronto)
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Geometric aspects of Hessenberg varieties and the ShareshianWachs conjecture
(Patrick Brosnan / University of Maryland)
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Hodge theory and bi-algebraic geometry
(Bruno Klingler / Institute for Advanced Study)
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Geometry of Nilpotent Cones in Hodge Theory
(Greg Pearlstein / Texas A&M University)
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Introduction to mixed Hodge modules 2
(Christian Schnell / Stony Brook University)
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Introduction to Mixed Hodge Modules 3
(Claude Sabbah / Université Paris-Saclay)
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Introduction to Mixed Hodge Modules 4
(Claude Sabbah / Université Paris-Saclay)
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Generic vanishing and minimal cohomology classes on abelian fivefolds
(Stefan Schreieder / Universität Bonn)
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Generic vanishing and minimal cohomology classes on abelian fivefolds
(Stefan Schreieder / Mathematisches Institut der Universität Bonn)
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Introduction to Mixed Hodge Modules 5
(Christian Schnell / Stony Brook University)
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Introduction to Mixed Hodge Modules 5
(Christian Schnell / Stony Brook University)
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Introduction to Mixed Hodge Modules 6
(Christian Schnell / Stony Brook University)
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Introduction to Mixed Hodge Modules 6
(Christian Schnell / Stony Brook University)
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Some aspects of Lefschetz theorems in algebraic geometry
(Helene Esnault / Freie Universität Berlin)
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Some aspects of Lefschetz theorems in algebraic geometry
(Helene Esnault / Freie Universität Berlin)
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Introduction to Mixed Hodge Modules 7
(Claude Sabbah / École polytechnique)
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Introduction to Mixed Hodge Modules 7
(Claude Sabbah / Université Paris-Saclay)
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Hitchin Systems, Geometric Langlands, and Hodge Theory
(Ron Donagi / University of Pennsylvania)
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Hitchin Systems, Geometric Langlands, and Hodge Theory
(Ron Donagi / University of Pennsylvania)
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Hitchin Systems, Geometric Langlands, and Hodge Theory
(Ron Donagi / University of Pennsylvania)
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Constructing algebraic cycles on products of K3 surfaces via hyperholomorphic bundles
(Eyal Markman / University of Massachusetts)
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Hodge Groups of Hodge Structures with Hodge Numbers (n,0,...,0,n)
(Laure Flapan / UCLA)
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Log geometry and log Hodge structures
(Martin Olsson / University of California)
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Cycle transversal Mumford-Tate domains associated to period domains
(Ana-Maria Brecan / Jacobs University )
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Log geometry and log Hodge structures
(Martin Olsson / University of California)
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